Topic: Distance estimate on Kähler manifolds
Speaker: Yang Li
Affiliation: Member, School of Mathematics
Date & Time: Monday December 2nd, 2019, 5:00pm - 6:00pm
Location: Simonyi Hall 101
I will prove the following surprising fact: on a given Kahler manifold (X, J, \omega), a Holder bound on the Kahler potential \phi implies a Holder bound on the distance function of the new Kahler metric \omega+dd^c \phi. Time permitting I will also discuss the ramifications of this result, and some backgrounds in pluripotential theory.